in Theory of Computation
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Let L be a regular language on alphabet Σ. The union of the myhill-nerode equivalence classes is always _____, and the pairwise intersection of the myhill-nerode equivalence classes is

always Fill up the blanks

in Theory of Computation
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it is option C.
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Option C

Union of all myhill-nerode equivalence classes is always set of all languages i.e., $\Sigma^*$

Pairwise Intersection of myhill-nerode equivalence classes is always $\emptyset$ (because all myhill-nerode equivalence classes are mutually exclusive)
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